You receive a $20,000 5-year constant amortization loan (CAL). The loan's annual interest rate is 10%. What is the total payment in year 4, rounded to the nearest dollar?
Total payment per year would be same . | ||||
Annual payment is caculated as below. | ||||
Annual Payment = [P x R x (1+R)^N]/[(1+R)^N-1] | ||||
Where, | ||||
P= Loan Amount | ||||
R= Interest rate per period | ||||
N= Number of periods | ||||
= [ $20000x0.1 x (1+0.1)^5]/[(1+0.1)^5 -1] | ||||
= [ $2000( 1.1 )^5] / [(1.1 )^5 -1 | ||||
=$5275.95 | ||||
Payment for year 4 = $5276 | ||||
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